Features of Solving Triple Shear in the Endochronic Theory of Inelasticity Accounting for Large Deformations

Abstract

The problem of rigid triple shear is solved in the framework of the endochronic theory of inelasticity with account for finite deformations. The numerical implementation of the algorithm for determining the orthogonal rotation tensor and vortex tensor is proposed. The strain tensor is constructed on their basis. Simultaneously, the strain tensor is calculated with a direct numerical method. The corresponding strain components obtained with both methods are compared and analyzed.